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A parallel simulated annealing (PSA) for solving project scheduling problem with discounted cash flow policy in pricing strategy of the project suppliers

机译:并行模拟退火(PSA)用于在项目供应商的定价策略中使用现金流量折现法解决项目调度问题

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Resource-constrained project scheduling problem is known as a NP-Hard problem in literature. In this research, discounted cash flow policy is suggested for the resources-constrained project scheduling problem for the first time while in classic models, it has been assumed that price of the required resources is fixed for performing the activities and resources can be prepared only with one price rate in the market. Goal of this problem is to determine optimal starting time of the project activities considering precedence constraints and the available resources such that the project completion time can be minimized. In order to solve the proposed model, a hybrid algorithm based on two algorithms i.e. genetic and simulated annealing has been suggested. In this method, genetic algorithm has been designed as the main framework of the proposed method and simulated annealing method as a new operator and in order to improve local search of the main algorithm. Since values of the parameters have considerable effect on efficiency of these algorithms, therefore, a new statistical approach based on the stepwise regression has been presented to set the proposed algorithms parameters. Results of the calculations show high efficiency of proposed algorithm in terms of solution time and optimal solutions.
机译:资源受限的项目调度问题在文献中被称为NP-Hard问题。在这项研究中,首次对资源受限的项目调度问题提出了现金流量折现政策,而在经典模型中,已经假设执行活动所需的资源价格是固定的,并且只能使用市场上的一种价格。该问题的目标是考虑优先权约束和可用资源来确定项目活动的最佳开始时间,以使项目完成时间最小化。为了解决提出的模型,提出了一种基于遗传和模拟退火两种算法的混合算法。在这种方法中,遗传算法被设计为所提出的方法的主要框架,而模拟退火方法被设计为一种新的算子,以改善该算法的局部搜索。由于参数值对这些算法的效率有很大影响,因此,提出了一种基于逐步回归的新统计方法来设置建议的算法参数。计算结果表明,该算法在求解时间和最优解方面具有很高的效率。

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